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The image shows a circuit analysis question from an electrical engineering quiz (EE1301). Here's a transcription of the problem:

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**Question 1:**
In the circuit given below, the Y voltage source magnitude is 23.4 V, and it is known to provide a current of 7.2 A to the rest of the circuit. If the current source magnitude X is 1.1 A, calculate the current labeled as \( i_2 \).

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From the circuit diagram, you have:

- A voltage source (Y volts) connected to a series of three resistors: \( R_1 \), \( R_2 \), and \( R_3 \).
- There is a branch with a current labeled as \( i_2 \), and another branch with a 4 A current source.
- Additionally, there is a current source of 1.1 A, labeled as X, to the right.

To solve for \( i_2 \), we need to apply Kirchhoff's Current Law (KCL) at the node where the currents meet.

Would you like a detailed step-by-step solution to this problem?

In the circuit given below, the Y voltage source magnitude is 23.4 V, and it is known to provide a current of 7.2 A to the rest of the circuit. If the current source magnitude X is 1.1 A, calculate the current labeled as i2.

This circuit analysis problem involves solving for the current i2 using Kirchhoff's Current Law. The voltage source provides 23.4 V, and the circuit has known currents of 7.2 A and 1.1 A in other branches. Apply KCL to determine the value of i2 in this electrical engineering quiz problem.

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